<snapdata remixID="8641556"><project name="U1L3-Looping With A Counter" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="31" y="-116" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="10,8,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="31" y="189"><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="31" y="356"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="32" y="314"><block s="clear"></block></script><script x="33" y="493"><block s="doFor"><l>tens</l><l>0</l><l>9</l><script><block s="doFor"><l>ones</l><l>0</l><l>9</l><script><block s="doSayFor"><block s="reportJoinWords"><list><block var="tens"/><block var="ones"/></list></block><l>0.3</l></block></script></block></script></block></script><script x="28" y="73"><block s="doFor"><l>i</l><l>1</l><l>30</l><script><block s="doSayFor"><block var="i"/><l>2</l></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;number of branches&apos; size %&apos;size&apos; backup: %&apos;backup:&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.5</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><l>10</l></block></block></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk, branches %&apos;branches&apos; branch length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches %s size %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, number of sides: %&apos;sides&apos; side length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Looping With A Counter" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>